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About the Book

This brief publication proposes a new solution for Fermat, a proof for Goldbach, a practical method for trisection, and a challenge for physics.

Is there a more elegant solution to Fermat's Last theorem? Can Golbach's conjecture be proved by construction? Can an angle be practically trisected in Euclidean geometry (close enough for practical purposes)? Are space and time infinitely divisible?

About the Author

Rick Tanney
Rick Tanney

Rick W. Tanney. BA (English, The Ohio State University), BS (Computer Science, University of

Maryland), MA (Philosophy, University of Texas at Austin), Mdiv. (Pastoral Counseling and

Psychology, Ashland Theological Seminary), MS (Computer Information Systems, Boston

University), MS (Spatial Information Science and Engineering, University of Maine), SFC (US

Army Retired)

Born in New Castle, PA on May 28, 1948 (the first half of the last century of the previous millennium)

Table of Contents

Foreword 4

Plus 1: Another Look at Fermat's Last Theorem 5

Plus 2: Goldbach's Conjecture: Proof by Construction 9

Plus 3: a practical approximation for angle trisection 11

Quirks and Momentos: a Discontinuous Universe 13

BIO 16

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